Masáková Z, Mazáč J, Pelantová E. On generalized self-similarities of cut-and-project sets. Linear Algebra and its Applications. 2021;625:279-321
We survey some recent results on the dimension of orthogonal projections of self-similar sets and of...
We study a family of C*-algebras generalizing both Katsura algebras and certain alge-bras introduced...
For some self-similar sets K ⇢ Rd we obtain certain lower bounds for the lower Minkowski dimension o...
Among the commonly used mathematical models of quasicrystals are Delone sets constructed using a cut...
Among the commonly used mathematical models of quasicrystals are Delone sets constructed using a cut...
The Fibonacci substitution σ(0) = 01 and σ(1) = 0 generates an infinite sequenc
(ABSTRACT) This paper examines self-similar sets and some of their properties, including the natural...
The properties of self-similar sets are discussed and a brief historical survey of ideas related to ...
This thesis concerns embeddings and self-embeddings of foundational structures in both set theory an...
A contractive similarity is a function which preserves the geometry of a object but shrinks it down ...
Abstract. In this paper, we study the following question raised by Mattila in 1998: what are the sel...
Uznávaným matematickým modelem pro kvazikrystaly jsou tzv. cut-and-project (C\&P) množiny. C\&P sché...
We study a family of C*-algebras generalizing both Katsura alge bras and certain alge- bras introd...
It is known that, unlike the Hausdorff dimension, the Assouad dimension of a self-similar set can ex...
It is known that, unlike the Hausdorff dimension, the Assouad dimension of a self-similar set can ex...
We survey some recent results on the dimension of orthogonal projections of self-similar sets and of...
We study a family of C*-algebras generalizing both Katsura algebras and certain alge-bras introduced...
For some self-similar sets K ⇢ Rd we obtain certain lower bounds for the lower Minkowski dimension o...
Among the commonly used mathematical models of quasicrystals are Delone sets constructed using a cut...
Among the commonly used mathematical models of quasicrystals are Delone sets constructed using a cut...
The Fibonacci substitution σ(0) = 01 and σ(1) = 0 generates an infinite sequenc
(ABSTRACT) This paper examines self-similar sets and some of their properties, including the natural...
The properties of self-similar sets are discussed and a brief historical survey of ideas related to ...
This thesis concerns embeddings and self-embeddings of foundational structures in both set theory an...
A contractive similarity is a function which preserves the geometry of a object but shrinks it down ...
Abstract. In this paper, we study the following question raised by Mattila in 1998: what are the sel...
Uznávaným matematickým modelem pro kvazikrystaly jsou tzv. cut-and-project (C\&P) množiny. C\&P sché...
We study a family of C*-algebras generalizing both Katsura alge bras and certain alge- bras introd...
It is known that, unlike the Hausdorff dimension, the Assouad dimension of a self-similar set can ex...
It is known that, unlike the Hausdorff dimension, the Assouad dimension of a self-similar set can ex...
We survey some recent results on the dimension of orthogonal projections of self-similar sets and of...
We study a family of C*-algebras generalizing both Katsura algebras and certain alge-bras introduced...
For some self-similar sets K ⇢ Rd we obtain certain lower bounds for the lower Minkowski dimension o...
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